MHB Subset of - BUT - not equal to ....

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In the discussion, a user seeks assistance with LaTeX code for a specific mathematical symbol used in Paolo Aluffi's proof of the Jordan-Hölder Theorem, which denotes a subset of a group that is not equal to the group itself. The symbol in question is identified as \supsetneq, allowing the expression $G_0 \supsetneq G_1$ to be formatted correctly in LaTeX. Another user confirms this code, providing clarity and support for the original inquiry.
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In Paolo Aluffi's proof of the Jordan-Holder Theorem he uses a symbol indicating a subset of a group ... BUT ... not equal to the group ... as in the following, between say $$G_0$$ and $$G_1$$ ...
View attachment 4913Can someone help with the Latex code for the symbol ... ...

Peter
 
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The code you're looking for is \supsetneq, which produces $\supsetneq$. So you'll be able to write $G_0 \supsetneq G_1$ as in the book.
 
Euge said:
The code you're looking for is \supsetneq, which produces $\supsetneq$. So you'll be able to write $G_0 \supsetneq G_1$ as in the book.
Thank you for the help, Euge ...
 

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